<snapdata remixID="11696584"><project name="Lab 2.5" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 2.5"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="2.2737367544323206e-13" y="5.684341886080802e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="4" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_Tad 4"></ref></item><item><ref mediaID="Sprite_cst_Right Triangle"></ref></item><item><ref mediaID="Sprite_cst_Equilateral Triangle(2)"></ref></item><item><ref mediaID="Sprite_cst_Isosceles Triangle"></ref></item><item><ref mediaID="Sprite_cst_Scalene"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="54" y="12"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Tad 4</l></block><block s="doSayFor"><l>Please think of three side lengths for a triangle</l><l>3</l></block><block s="doAsk"><l>What is the first side length?</l></block><block s="doSetVar"><l>Side A</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the second side length?</l></block><block s="doSetVar"><l>Side B</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the thrid side length?</l></block><block s="doSetVar"><l>Side C</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="Side A"/><block var="Side B"/></list></block><block var="Side C"/></block><block s="reportAnd"><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="Side A"/><block var="Side C"/></list></block><block var="Side B"/></block><block s="reportGreaterThan"><block s="reportVariadicSum"><list><block var="Side B"/><block var="Side C"/></list></block><block var="Side A"/></block></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Your perimeter is </l><block s="reportVariadicSum"><list><block var="Side A"/><block var="Side B"/><block var="Side C"/></list></block></list></block><l>2</l></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportPower"><block var="Side A"/><l>2</l></block><block s="reportPower"><block var="Side B"/><l>2</l></block></list></block><block s="reportPower"><block var="Side C"/><l>2</l></block></block><block s="reportOr"><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportPower"><block var="Side A"/><l>2</l></block><block s="reportPower"><block var="Side C"/><l>2</l></block></list></block><block s="reportPower"><block var="Side B"/><l>2</l></block></block><block s="reportEquals"><block s="reportVariadicSum"><list><block s="reportPower"><block var="Side B"/><l>2</l></block><block s="reportPower"><block var="Side C"/><l>2</l></block></list></block><block s="reportPower"><block var="Side A"/><l>2</l></block></block></block></block><script><block s="doSayFor"><l>This is a right Triangle</l><l>2</l></block><block s="doSwitchToCostume"><l>Right Triangle</l></block><block s="doWait"><l>1</l></block><block s="doSwitchToCostume"><l>Tad 4</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block><block s="reportAnd"><block s="reportEquals"><block var="Side A"/><block var="Side C"/></block><block s="reportEquals"><block var="Side B"/><block var="Side C"/></block></block></block><script><block s="doSayFor"><l>This is a Equilateral Triangle</l><l>2</l></block><block s="doSwitchToCostume"><l>Equilateral Triangle(2)</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block><block s="reportNot"><block s="reportEquals"><block var="Side A"/><block var="Side C"/></block></block></block><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="Side A"/><block var="Side C"/></block><block s="reportNot"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block></block></block><block s="reportAnd"><block s="reportEquals"><block var="Side B"/><block var="Side C"/></block><block s="reportNot"><block s="reportEquals"><block var="Side B"/><block var="Side A"/></block></block></block></block></block><script><block s="doSayFor"><l>This is a Isosceles Triangle</l><l>2</l></block><block s="doSwitchToCostume"><l>Isosceles Triangle</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="Side A"/><block var="Side B"/></block></block><block s="reportNot"><block s="reportEquals"><block var="Side A"/><block var="Side C"/></block></block></block><block s="reportNot"><block s="reportEquals"><block var="Side B"/><block var="Side C"/></block></block></block><script><block s="doSayFor"><l>This is a Scalene Triangle</l><l>2</l></block><block s="doSwitchToCostume"><l>Scalene</l></block></script></block></script><script><block s="doSayFor"><l>This is not a real triangle!</l><l>3</l></block></script></block></script></scripts></sprite><watcher var="Side A" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Side B" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Side C" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="Side A"><l>6</l></variable><variable name="Side B"><l>6</l></variable><variable name="Side C"><l>8</l></variable></variables></scene></scenes></project><media name="Lab 2.5" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Tad 4" center-x="90" center-y="105" 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" mediaID="Sprite_cst_Tad 4"/><costume name="Right Triangle" center-x="240" center-y="162.5" 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" mediaID="Sprite_cst_Right Triangle"/><costume name="Equilateral Triangle(2)" center-x="120" center-y="105" 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" mediaID="Sprite_cst_Equilateral Triangle(2)"/><costume name="Isosceles Triangle" center-x="90.5" center-y="139.5" 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" mediaID="Sprite_cst_Isosceles Triangle"/><costume name="Scalene" center-x="100" center-y="68.5" 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QKbByoaYgwAQxZSS5H1IQYIJIgZULNQUBJogpI8n9kIIAE0QKrFyoKQgwQUwZSe6HFASYIFJg5UJNQYAJYspIcj+kIMAEkQIrF2oKAkwQU0aS+yEFASaIFFi5UFMQYIKYMpLcDykIMEGkwMqFmoIAE8SUkeR+SEGACSIFVi7UFASYIKaMJPdDCgL/Am7tNN7kKtr8AAAAAElFTkSuQmCC" mediaID="Sprite_cst_Scalene"/></media></snapdata>